Gauss-rees parametric ultrawideband system
An object, primary technology, applied in the field of Gauss-Rees parametric ultra-wideband system, can solve problems such as failure
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[0069] The new waveform has been named the "Gauss-Rees" waveform. This waveform can be characterized as follows.
[0070] Gauss-Rees waveforms and their associated quasi-Ricker wavelets:
[0071] The Gauss-Rees waveform has an analytical form given by the following equation.
[0072] ψ(t)=g 1 / 2 (t){1-(2at)exp[(1-(2at) 2 ) / 2]} 1 / 2 exp(iω 0 t)
[0073] Therefore, its real part is given by
[0074]
[0075] Among them, by letting the bandwidth of the envelope of the Gauss-Rees waveform take cycle / second = Hertz as the unit, such as ω 0 =2πf 0 , so that f in Hertz 0 Also determines the center frequency of the carrier of the Gauss-Rees waveform, and the constant "a" determines the time scale of the waveform. It should be noted that a direct current (DC) offset, denoted by a single value preceding the exponent within parentheses, is applied to not only achieve but also avoid greater than 100% amplitude modulation that would introduce sideband "jamming" of the carrier....
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